Equilibrium Problems: Nonsmooth Optimization and Variational Inequality Models


ISBN: 978-1-4020-0161-1 (Print) 978-0-306-48026-3 (Online)

Table of contents (18 chapters)

  1. Front Matter

    Pages i-xiii

  2. Chapter

    Pages 1-23

    On the Numerical Solution of Finite-Dimensional Variational Inequalities by an Interior Point Method

  3. Chapter

    Pages 25-31

    Fixed Points in Ordered Banach Spaces and Applications to Elliptic Boundary-Value Problems

  4. Chapter

    Pages 33-42

    A Theorem of the Alternative for Linear Control Systems

  5. Chapter

    Pages 43-58

    Variational Inequalities for Static Equilibrium Market. Lagrangean Function and Duality

  6. Chapter

    Pages 59-69

    On Dynamical Equilibrium Problems and Variational Inequalities

  7. Chapter

    Pages 71-99

    Nonlinear Programming Methods for Solving Optimal Control Problems

  8. Chapter

    Pages 101-117

    Optimal Flow Pattern in Road Networks

  9. Chapter

    Pages 119-127

    On the Strong Solvability of a Unilateral Boundary Value Problem for Nonlinear Discontinuous Operators in the Plane

  10. Chapter

    Pages 129-159

    Most Likely Traffic Equilibrium Route Flows Analysis and Computation

  11. Chapter

    Pages 161-174

    Existence of Solutions to Bilevel Variational Problems in Banach Spaces

  12. Chapter

    Pages 175-185

    On the Existence of Solutions to Vector Optimization Problems

  13. Chapter

    Pages 187-205

    Equilibrium Problems and Variational Inequalities

  14. Chapter

    Pages 207-221

    Axiomatization for Approximate Solutions in Optimization

  15. Chapter

    Pages 223-229

    Necessary and Sufficient Conditions of Wardrop Type for Vectorial Traffic Equilibria

  16. Chapter

    Pages 231-246

    Approximate Solutions and Tikhonov Well-Posedness for Nash Equilibria

  17. Chapter

    Pages 247-253

    Equilibrium in Time Dependent Traffic Networks with Delay

  18. Chapter

    Pages 255-268

    New Results on Local Minima and Their Applications

  19. Chapter

    Pages 269-300

    An Overview on Projection-Type Methods for Convex Large-Scale Quadratic Programs